Fields, Complex Numbers. Determinants, Systems of Linear Equations And Matrices. The Rank of a Matrix. Vector Spaces, Basis And Dimension. Linear Transformations, The Kernel and The Image of A Linear Transformation. Matrix Representation of a Linear Operator And Change of Basis. Inverse Matrix. Similar Matrices. Eigenvalues, Eigenvectors, Diagonizable Matrices, The Cayley- Hamilton Theorem.

Faculty: Mathematics
|Undergraduate Studies
Course with no extra credit

104005 104006 - Linear Algebra 104167 - Algebra A

Course with no extra credit (contains)

104016 - Algebra 1/extended 104019 - Linear Algebra M 104064 - Algebra 1m1 104065 - Akgebra 1m2 104166 - Algebra Am